Question

There's a roughly linear relationship between the length of someone's femur (the long leg-bone in your thigh) and their expected height. Within a certain population, this relationship can be expressed using the formula h=2.35f+54.7h, where h represents the expected height in centimeters and ff represents the length of the femur in centimeters. What is the meaning of the ff-value when h=149h

Answer 1

Answer:

The desired value of $f=-0.0002937$

Step-by-step explanation:

The relationship between $h$ and $f$ is given as,

$h=2.35f+54.7h$

Here, $h$ represents the expected height in centimeters, and $f$ represents the length of the femur in centimeters.

The meaning of $f$ value when $h=149h$

For obtaining the result for the above condition, substitute $h=149h$ in the relation function between $h$ and $f$.

Therefore,

$\begin{aligned}149h&=2.35f+54.7(149h)\\-8001.3h&=2.35f\\f&=-0.0002937\end{aligned}$

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